What is expand (bx+cx)dy+(ax+by)dx ?

The solution to expand (bx+cx)dy+(ax+by)dx is bxdy+cxdy+axdx+bydx

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expand (bx+cx)dy+(ax+by)dx

expand

(b x + c x) d y + (a x + b y) d x

b x d y + c x d y + a x d x + b y d x

Solution steps

(b x + c x) d y + (a x + b y) d x

Expand

d y (b x + c x) : b x d y + c x d y

= b x d y + c x d y + (a x + b y) d x

Expand

d x (a x + b y) : a x d x + b y d x

= b x d y + c x d y + a x d x + b y d x

(n + 4)! (n + 3)

\frac{d}{d θ} ((r (θ)) (9 - θ^{3} cos (θ)))

1 + \frac{( k \cdot ( s ^{2} - 2 s + 2 ) )}{s ( s + 1 ) ( s + 2 )}

- (\frac{9}{13} lo g_{2} (\frac{9}{13}) + \frac{4}{13} lo g_{2} (\frac{4}{13}))

ln (20) (e^{\frac{x}{52}} - 1)

What is expand (bx+cx)dy+(ax+by)dx ?
The solution to expand (bx+cx)dy+(ax+by)dx is bxdy+cxdy+axdx+bydx